Stars
Fortran code demonstrating the Method of Long Characteristics neutronics model on a 3x3 lattice of UO2 and MOX fuel pins
Neutron transport with the method of characteristics
Uses Method of Characteristics to solve 2D box problem with a central inner isometric box source
Method of Characteristics neutron transport solver on OpenFOAM. Very old, slightly embarrassing.
High performance cyclic ray tracing algorithm for neutron transport in Julia.
Solves the RTE using the MOC on tetraedral meshes
NRE 6103 Project - Collision Probability Method
clone of diamond difference method configured to run with response matrix method for extended domains
An open source nodal solver for nuclear reactors.
SKETCH-N is a nodal code for solving neutron diffusion equations of steady-state and kinetics problems
Software package for nodal quasi-diffusion solvers for neutronic analysis.
Solves the multigroup Neutron Diffusion equation using the Nodal methods in 3D Cartesian geometries
An Open Nuclear Reactor Simulator and Reactor Core Analysis Tool
A discrete ordinates (Sn) neutron transport code for pin cell spectral calculations
Neutron transport solver using collision probability method
A Discrete Ordinates (SN) Multigroup Neutron Transport Code.
Two-dimensional discrete ordinates neutron transport equation solver for NE155 - Introduction to Numerical Simulations in Radiation Transport at UC Berkeley
A neutron transport equation eigenvalue solver based on Discrete Ordinates Method.
Three-Dimensional Discrete Ordinates Neutron, Photon, Electron and Positron Transport Code
Sn neutron transport written mostly in python. For university Sn transport theory class.
Method of Characteristics neutral particle transport code for reactor physics written in Julia.
Test code for 2D transient neutron diffusion equation based on the finite difference method (FDM) and stiffness confinement method (SCM).
Class Project Simple finite-volume based neutron diffusion solver using MOOSE
A neutron transport code based on the finite volume method.
This project focuses on the evaluation of 4 different numerical schemes / methods based on the Finite Difference (FD) approach in order to compute the solution of the 1D Heat Conduction Equation wi…